We now review some basics on parabolic sheaves and parabolic bundles, primarily following the notation of
[1]}.
Some useful references include
[2]},
[3]}, and
[4]}.
Let \(C\)  be a smooth proper curve and \(D\subset C\)  a reduced divisor. Loosely speaking, a parabolic bundle is a vector bundle on \(C\)  together with an additional
filtration of the fibers over points of the given divisor, weighted by an increasing sequence of real numbers in \([0,1)\) .
